ON A MIXED REGRESSION ESTIMATOR FOR THE DENSITY OF PRIME GAPS
Keywords:
mixed regression, prime gaps density, maximal prime gapAbstract
References
Brent,R.P. : Irregularities in the distribution of primes and twin primes. Math.. Comp. 29 (1975) 43-56 3.
Cramér.H. : On the order of magnitude of the difference- between consecutive prime numbers. Acta Arithm. 2 (1937) 23-46 5.
Hardy, G.H. &Littlewood, J.E. : Some problems of “Partitio Numerorumâ€,III: on the expression of a number as a sum of primes. Acta Math, 44 (1923) 1-70. Reprinted in “ Collected papers of G.H.Hardyâ€, vol.I 561-630. Clarendon Press,Oxford,1966.
Mozzochi,C.J. : On the difference between consecutive primes. J. Number Theory 24 (1986) 181-187
Shanks,D. : On maximal gaps between successive primes. Math. Comp. 18 (1964) 646-651
Yamasaki, Y. and Yamasaki, A. On the gap distribution of prime numbers.
Young,J. &Potler,A. : First occurence prime gaps. Math. Comp. 52 (1989) 221-224
Cramér.H. : On the order of magnitude of the difference- between consecutive prime numbers. Acta Arithm. 2 (1937) 23-46 5.
Hardy, G.H. &Littlewood, J.E. : Some problems of “Partitio Numerorumâ€,III: on the expression of a number as a sum of primes. Acta Math, 44 (1923) 1-70. Reprinted in “ Collected papers of G.H.Hardyâ€, vol.I 561-630. Clarendon Press,Oxford,1966.
Mozzochi,C.J. : On the difference between consecutive primes. J. Number Theory 24 (1986) 181-187
Shanks,D. : On maximal gaps between successive primes. Math. Comp. 18 (1964) 646-651
Yamasaki, Y. and Yamasaki, A. On the gap distribution of prime numbers.
Young,J. &Potler,A. : First occurence prime gaps. Math. Comp. 52 (1989) 221-224
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2017-05-17
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